Demand from marginal demand. Lessard & Company finds that the rate at which the quantify of flameless candles candles that consumer demand changes with respect to price is given by the marginal-demand function D ′ ( x ) = 4000 x 2 Where x is the price per candle, in dollars. Find the demand function if 1003 candles are demanded by consumers when the price is $4 per candle.
Demand from marginal demand. Lessard & Company finds that the rate at which the quantify of flameless candles candles that consumer demand changes with respect to price is given by the marginal-demand function D ′ ( x ) = 4000 x 2 Where x is the price per candle, in dollars. Find the demand function if 1003 candles are demanded by consumers when the price is $4 per candle.
Solution Summary: The author explains that the demand function is the integral of the marginal-demand function. The expression of power rule of integration is c.
Demand from marginal demand. Lessard & Company finds that the rate at which the quantify of flameless candles candles that consumer demand changes with respect to price is given by the marginal-demand function
D
′
(
x
)
=
4000
x
2
Where x is the price per candle, in dollars. Find the demand function if 1003 candles are demanded by consumers when the price is $4 per candle.
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